Natural maps depending on reductions of frame bundles

Tom 102 / 2011

Ivan Kolář Annales Polonici Mathematici 102 (2011), 83-90 MSC: 58A20, 58A32. DOI: 10.4064/ap102-1-8

Streszczenie

We clarify how the natural transformations of fiber product preserving bundle functors on $\mathcal F \mathcal M_m$ can be constructed by using reductions of the $r$th order frame bundle of the base, $\mathcal F \mathcal M_m$ being the category of fibered manifolds with $m$-dimensional bases and fiber preserving maps with local diffeomorphisms as base maps. The iteration of two general $r$-jet functors is discussed in detail.

Autorzy

  • Ivan KolářInstitute of Mathematics and Statistics
    Masaryk University
    Kotlářská 2
    CZ 611 37 Brno, Czech Republic
    e-mail

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